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Arguments for Integrating the Arts: Artistic Engagement in an Undergraduate Foundations of Geometry Course

机译:整合艺术的争论:几何课程本科基础的艺术参与

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摘要

Common arguments for integrating the arts into mathematics courses include the arts fostering student creativity, improving academic achievement, and encouraging transfer between subjects. Research supporting these arguments is limited and carries layered complexities – such as what constitutes creativity and transfer, and whether they can be measured. As such, bolstering the case in favor of arts integration calls for additional perspectives. In this report, we present three such arguments we have identified through analyzing students' video and written reflections, as well as individual interviews, regarding their experiences creating artistic pieces in an undergraduate geometry course. In particular, through creating mathematically inspired art pieces, students were able to: (i) blend mathematics with a broad range of life experiences; (ii) encounter situations that fostered mathematical inquiry; and (iii) change some of their attitudes towards art.
机译:将艺术融入数学课程的常见论点包括艺术,以培养学生的创造力,提高学业成绩并鼓励学科之间的转移。支持这些论点的研究是有限的,并且具有分层的复杂性,例如什么构成创造力和转移,以及是否可以衡量它们。因此,支持艺术融合的案例需要更多的观点。在本报告中,我们提出了三种这样的论据,它们是通过分析学生的视频和书面思考以及个人访谈而确定的,这些论据是关于他们在大学几何课程中创作艺术作品的经验。通过创造受数学启发的艺术作品,学生尤其能够:(i)将数学与广泛的生活经验相融合; (ii)遇到促进数学探究的情况; (iii)改变他们对艺术的一些态度。

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